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Women in Commutative Algebra = Proceedings of the 2019 WICA Workshop /
紀錄類型:
書目-電子資源 : Monograph/item
正題名/作者:
Women in Commutative Algebra/ edited by Claudia Miller, Janet Striuli, Emily E. Witt.
其他題名:
Proceedings of the 2019 WICA Workshop /
其他題名:
2019 WICA Workshop
其他作者:
Miller, Claudia.
團體作者:
Workshop for Women in Commutative Algebra
出版者:
Cham :Springer International Publishing : : 2021.,
面頁冊數:
1 online resource (x, 437 p.) :ill., digital ;24 cm.
內容註:
On Gerko's Strongly Tor-independent Modules (H. Altmann) -- Properties of the Toric Rings of a Chordal Bipartite Family of Graphs (L. Ballard) -- An illustrated view of differential operators of a reduced quotient of an affine semigroup ring (C. Berkesch) -- A hypergraph characterization of nearly complete intersections (R. Gibbons) -- The Shape Of Hilbert-Kunz Functions (C-Y. Jean Chan) -- Standard monomial theory and toric degenerations of Richardson varieties in flag varieties (F. Mohammadi) -- Simplicial resolutions for the second power of square-free monomial ideals (S. Faridi) -- Cohen-Macaulay fiber cones and defining ideal of Rees algebras of modules (A. Costantini) -- Principal Matrices of Numerical Semigroups (H. Srinivasan) -- A survey on the Koszul homology algebra (N. Diethorn) -- Canonical Resolutions over Koszul Algebras (A. Seceleanu) -- Well Ordered Covers, Simplicial Bouquets, and Subadditivity of Betti Numbers of Square-Free Monomial Ideals (S. Farid) -- A survey on the Eisenbud-Green-Harris Conjecture (S. Güntürkün) -- The variety defined by the matrix of diagonals is f-pure (Z. Kadyrsizova) -- Classification of Frobenius Forms in five variables (E. Witt) -- Projective dimension of hypergraphs (Kuei-Nuan Lin) -- A truncated minimal free resolution of the residue field (O. Veliche)
Contained By:
Springer Nature eBook
標題:
Number Theory. -
電子資源:
https://doi.org/10.1007/978-3-030-91986-3
ISBN:
9783030919863
Women in Commutative Algebra = Proceedings of the 2019 WICA Workshop /
Women in Commutative Algebra
Proceedings of the 2019 WICA Workshop /[electronic resource] :2019 WICA Workshopedited by Claudia Miller, Janet Striuli, Emily E. Witt. - Cham :Springer International Publishing :2021. - 1 online resource (x, 437 p.) :ill., digital ;24 cm. - Association for women in mathematics series,v. 292364-5741 ;. - Association for women in mathematics series ;v. 29..
On Gerko's Strongly Tor-independent Modules (H. Altmann) -- Properties of the Toric Rings of a Chordal Bipartite Family of Graphs (L. Ballard) -- An illustrated view of differential operators of a reduced quotient of an affine semigroup ring (C. Berkesch) -- A hypergraph characterization of nearly complete intersections (R. Gibbons) -- The Shape Of Hilbert-Kunz Functions (C-Y. Jean Chan) -- Standard monomial theory and toric degenerations of Richardson varieties in flag varieties (F. Mohammadi) -- Simplicial resolutions for the second power of square-free monomial ideals (S. Faridi) -- Cohen-Macaulay fiber cones and defining ideal of Rees algebras of modules (A. Costantini) -- Principal Matrices of Numerical Semigroups (H. Srinivasan) -- A survey on the Koszul homology algebra (N. Diethorn) -- Canonical Resolutions over Koszul Algebras (A. Seceleanu) -- Well Ordered Covers, Simplicial Bouquets, and Subadditivity of Betti Numbers of Square-Free Monomial Ideals (S. Farid) -- A survey on the Eisenbud-Green-Harris Conjecture (S. Güntürkün) -- The variety defined by the matrix of diagonals is f-pure (Z. Kadyrsizova) -- Classification of Frobenius Forms in five variables (E. Witt) -- Projective dimension of hypergraphs (Kuei-Nuan Lin) -- A truncated minimal free resolution of the residue field (O. Veliche)
This volume features contributions from the Women in Commutative Algebra (WICA) workshop held at the Banff International Research Station (BIRS) from October 20-25, 2019, run by the Pacific Institute of Mathematical Sciences (PIMS) The purpose of this meeting was for groups of mathematicians to work on joint research projects in the mathematical field of Commutative Algebra and continue these projects together long-distance after its close. The chapters include both direct results and surveys, with contributions from research groups and individual authors. The WICA conference was the first of its kind in the large and vibrant area of Commutative Algebra, and this volume is intended to showcase its important results and to encourage further collaboration among marginalized practitioners in the field. It will be of interest to a wide range of researchers, from PhD students to senior experts.
ISBN: 9783030919863
Standard No.: 10.1007/978-3-030-91986-3doiSubjects--Topical Terms:
891078
Number Theory.
LC Class. No.: QA251.3 / W67 2019
Dewey Class. No.: 512.44082
Women in Commutative Algebra = Proceedings of the 2019 WICA Workshop /
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On Gerko's Strongly Tor-independent Modules (H. Altmann) -- Properties of the Toric Rings of a Chordal Bipartite Family of Graphs (L. Ballard) -- An illustrated view of differential operators of a reduced quotient of an affine semigroup ring (C. Berkesch) -- A hypergraph characterization of nearly complete intersections (R. Gibbons) -- The Shape Of Hilbert-Kunz Functions (C-Y. Jean Chan) -- Standard monomial theory and toric degenerations of Richardson varieties in flag varieties (F. Mohammadi) -- Simplicial resolutions for the second power of square-free monomial ideals (S. Faridi) -- Cohen-Macaulay fiber cones and defining ideal of Rees algebras of modules (A. Costantini) -- Principal Matrices of Numerical Semigroups (H. Srinivasan) -- A survey on the Koszul homology algebra (N. Diethorn) -- Canonical Resolutions over Koszul Algebras (A. Seceleanu) -- Well Ordered Covers, Simplicial Bouquets, and Subadditivity of Betti Numbers of Square-Free Monomial Ideals (S. Farid) -- A survey on the Eisenbud-Green-Harris Conjecture (S. Güntürkün) -- The variety defined by the matrix of diagonals is f-pure (Z. Kadyrsizova) -- Classification of Frobenius Forms in five variables (E. Witt) -- Projective dimension of hypergraphs (Kuei-Nuan Lin) -- A truncated minimal free resolution of the residue field (O. Veliche)
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